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As a control function, of the form (3.27), we take.
Now, we assume that is a function of the form (2.1), where is an arbitrary function.
The cubic parabola is a simple function of the form of y=f(x).
A delay of length T has transfer function of the form (e^{-zT}).
α indicates the exponent of a preference function of the form f(d)=d α +c.
where is a positive integer, and is a nonlinear signal filtering function of the form.
This gives the active damping controller a transfer function of the form ( Fleft( s right) = - Kfrac{Cs}{tau s + 1} ).
Since and, if we define a function by, then we see that is a function of the form (2.1).
Hence, by Nevanlinna result (C), 1 W may be written as a negative Nevanlinna function of the form (3.22).
(3) where (f(x)) is chosen to be a cubic function of the form (f(x) = cx + dx^{3}).
Theory has been tested by using the azobenzene/hydrazobenzene system and a perturbation function of the form I t) = I0t.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com